Answer:
the cap rate is 6%
Explanation:
The computation of the cap rate is as follows:
= Net operating Income ÷ Current market value of property
= $120,000 ÷ $2,000,000
= .06
= 6%
Hence, the cap rate is 6%
We simply divided the net operating income from the Current market value of property so that the cap rate could come
If that happen, other investors that bet for the opposite cause of your investment would be the one that gained that money, and you will still able to keep that stocks to collect dividend as long as you don't sell it.
(this circumtances won't happen if the reason you lost the money is the firm going into bankruptcy)
Answer:
No, a currency carry trade with positive profit can not be conducted.
Explanation:
The currency carry trade is the trading strategy where investor funding from lower-yield currency to invest in higher-yield currency with expectation to earn positive profit from the yield differences between the two currencies.
However, this strategy only works when the difference is big enough to compensate for the depreciation ( if any) of the higher-yield currency against the lower-yield currency.
With the given information, the strategy will not work because the depreciation of NZ$ against US$ after one-year is too big to be compensated for the yield difference.
For specific example, suppose the strategy is conducted, in 2008, an investor will borrow, for example, US$1 at 4.2%, exchange it to NZ$1.71. Then, invest NZ$1.71 at 9.1%.
In 2019, an investor will get NZ$1.86561 (1.71 x 1.091). The, he/she exchanges at the 2019 exchange rate, for US$1.36176 (1.86561 / 1.37). While at the same time, he will have to pay back 1 x 1.042 = US$1.042 => The loss making in US$ is US$0.32.
Answer:
A. To enable the government to calculate the bank's tax burden more easily
Explanation:
hope this helps
Answer:
$917,750
Explanation:
The beginning projected benefit obligation of $875,000
Add: Increased by interest at 9% or $78,750
Add Service ervice cost of $24,000
Total $977,780
Less distributions to employees $60,000
Balance $917,750
Therefore Assuming that pension expense is $80,000, what will be the projected benefit obligation at December 31, year 8 is
$917,750
